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ConceptReviewed

Cohort View (Customer Lifetime Value)

Name variants

English
Cohort View (Customer Lifetime Value)
Kanji
顧客生涯価値

Quality / Updated / COI

Quality
Reviewed
Updated
COI
none

TL;DR

Customer lifetime value estimates the net profit expected from a customer over the relationship using retention and margin, not just one month of revenue.

Definition

Customer lifetime value (LTV) is the present value of the gross margin a customer generates over their expected lifetime. It is calculated from cohort retention, purchase frequency, and margin rather than a single-period average. LTV links product experience to financial sustainability and clarifies which segments deserve investment.

Decision impact

  • Sets the ceiling for acquisition spend and payback assumptions by segment or channel.
  • Determines which retention or upsell initiatives deliver the highest long-term return.
  • Guides pricing or contract-length changes when lifetime value is below target.

Key takeaways

  • LTV should be margin-adjusted; revenue alone overstates value.
  • Cohort retention curves are more reliable than single-period averages.
  • LTV varies by channel, plan, and onboarding quality, so treat it as segmented.
  • Improving retention often lifts LTV more than raising price.
  • Use LTV with CAC to test whether growth is economically sustainable.

Misconceptions

  • LTV is fixed; it shifts as churn, pricing, and product value change.
  • A high average LTV means all customers are profitable; segments differ widely.
  • Forecasts without retention data are enough; churn is the core driver.

Worked example

A B2B SaaS tracks cohorts and sees small firms churn after six months while mid-market customers stay for two years. With 70% gross margin, the mid-market LTV is several times higher. The team shifts onboarding resources to mid-market accounts, introduces annual plans, and reduces paid spend in the small-business channel. LTV rises and growth becomes cash-flow positive.

Citations & Trust

  • Principles of Marketing (OpenStax)